JEE Exam > JEE Tests > Mathematics (Maths) Class 12 > JEE Advanced Level Test: Tangent and Normal- 2 - JEE MCQ
JEE Advanced Level Test: Tangent and Normal- 2 - JEE MCQ
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9 Questions MCQ Test Mathematics (Maths) Class 12 - JEE Advanced Level Test: Tangent and Normal- 2
JEE Advanced Level Test: Tangent and Normal- 2 for JEE 2024 is part of Mathematics (Maths) Class 12 preparation. The JEE Advanced Level Test: Tangent and Normal- 2 questions and answers have been
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JEE Advanced Level Test: Tangent and Normal- 2 - Question 1
The x–intercept of the tangent at any arbitrary point of the curve 
is proportional to
is proportional to
JEE Advanced Level Test: Tangent and Normal- 2 - Question 2
The line 
= 1 touches the curve y = be–x/a at the point
= 1 touches the curve y = be–x/a at the point| 1 Crore+ students have signed up on EduRev. Have you? Download the App |
JEE Advanced Level Test: Tangent and Normal- 2 - Question 3
If the subnormal at any point on y = a1 – n xn is of constant length, then the value of n is
JEE Advanced Level Test: Tangent and Normal- 2 - Question 4
If the tangent at P of the curve y2 = x3 intersects the curve again at Q and the straight lines OP, OQ make angles a, b with the x–axis, where `O' is the origin, then tan a/tan b has the value equal to
JEE Advanced Level Test: Tangent and Normal- 2 - Question 5
The length of the normal to the curve x = a(q + sin q), y = a (1 – cos q), at q = 
is
JEE Advanced Level Test: Tangent and Normal- 2 - Question 6
The beds of two rivers (within a certain region) are a parabola y = x2 and a straight line y = x – 2. These rivers are to be connected by a straight canal. The co-ordinates of the ends of the shortest canal can be
JEE Advanced Level Test: Tangent and Normal- 2 - Question 7
If the area of the triangle included between the axes and any tangent to the curve xn y = an is constant, then n is equal to
JEE Advanced Level Test: Tangent and Normal- 2 - Question 9
For the curve x = t2 – 1, y = t2 – t, the tangent line is perpendicular to x-axis where
Detailed Solution for JEE Advanced Level Test: Tangent and Normal- 2 - Question 9
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